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![](https://webarchive.library.unt.edu/eot2008/20090508135515im_/http://www.nsf.gov/images/x.gif) Discovery Gut Reaction: Digestion Revealed in 3-D
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![Three-dimensional reconstructions of magnetic resonance images of the rat gastro-intestinal tract.](https://webarchive.library.unt.edu/eot2008/20090508135515im_/http://www.nsf.gov/news/mmg/media/images/gut1_f.jpg) |
Three-dimensional reconstructions of magnetic resonance images of the rat gastrointestinal tract, from the stomach (top) through the small intestines (duodenum, jejunum and caecum).
Credit: Thomas Neuberger and Andrew G. Webb , Huck Institute Magnetic Resonance Centre, Pennsylvania State University |
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![Photo of members of the Gut Group.](https://webarchive.library.unt.edu/eot2008/20090508135515im_/http://www.nsf.gov/news/mmg/media/images/gut2_f.jpg) |
Members of the Gut Group, from left to right, are: Jim Brasseur, Amit Ailiani, Yanxing Wang, and Gino Banco (not shown are Andrew Webb, Nadine Smith and Thomas Neuberger).
Credit: James G. Brasseur, Department of Mechanical Engineering, Pennsylvania State University |
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![Computer simulation of the coupling between nutrient transport and uptake in the small intestine.](https://webarchive.library.unt.edu/eot2008/20090508135515im_/http://www.nsf.gov/news/mmg/media/images/gut3_f.jpg) |
Computer simulation of the coupling between the transport of nutrients in the small intestine by muscle-induced macroscale eddying generated, microscale nutrient mixing by moving villi, and uptake at the epithelium, using a multiscale lattice-Boltzmann numerical algorithm. The inset shows the coupled macro-micro coupled lattice.
Credit: Yanxing Wang, Department of Mechanical Engineering, Pennsylvania State University |
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![Computer simulation of nutrient transport and mixing in the jejunum.](https://webarchive.library.unt.edu/eot2008/20090508135515im_/http://www.nsf.gov/news/mmg/media/images/gut4_f.jpg) |
Computer simulation of nutrient transport and mixing in the jejunum with a complex mix of peristaltic and segmental wall motions (motility), using the lattice-Boltzmann numerical method.
Credit: Gino G. Banco, Department of Mechanical Engineering, Pennsylvania State University |
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